Menu

Individual skill

foundations-of-computational-mathematics

0upvotes

Use when targeting Foundations of Computational Mathematics (FoCM) or deciding whether a manuscript at the mathematics–computation interface fits this Springer journal. Encodes the journal's fit, framing, proof-and-rigor bar, house style, official-submission re-check, and desk-reject heuristics.

English-NaturalScience-Journal-Skills/skills/foundations-of-computational-mathematics/SKILL.md

Read pinned source

Source commit 932eb23331721b16e967c59f093781be1928b498

What was checked

Matches the observed repository HEAD
Yes
Scanner rules are current
Yes
Repository scan complete
No
Skill scan complete
Yes
Observed behavior
Network or broad shell
Last checked
Nov 9, 2026

These are observations at the recorded commit, not a guarantee of safety. Review the source before running it.

Install this skill

Choose an agent in your Stack or copy a command below. Commands fetch the pinned commit and copy only this skill directory. Existing destinations are refused. Copying a command does not install anything.

An install command is unavailable: current rules, complete repository and skill scans, an eligible behavior level and a permitted license are required.

Repository context

Repository stars (not skill ratings)
1,405
Repository last updated
Sep 27, 2026
License
MIT

Observed agent integration: No specific integration evidence. Standard SKILL.md installation does not imply verified compatibility.

Files and excerpt

File metadata and permitted, redacted excerpts come from the recorded scan. Source links are pinned to that commit.

Browse files
Read excerpt

# Foundations of Computational Mathematics (foundations-of-computational-mathematics)

## Journal positioning

Foundations of Computational Mathematics, published by Springer for the Society for the Foundations of Computational Mathematics, is a leading venue for the theory at the interface of mathematics and computation. Its defining character is rigorous mathematical foundations for computation: numerical analysis, approximation and complexity theory, optimization, computational geometry and topology, information-based complexity, and the analysis of algorithms — always with theorems and proofs at the core rather than empirical performance. The journal rewards work that establishes the mathematical basis of computational methods: convergence and error analysis, complexity bounds, stability, and structural theory, addressed to researchers who treat computation as a mathematical subject. It is selective and emphasizes depth and lasting foundational value. This skill is a **fit / venue-selection / re-framing** tool. It does not replace the journal's current official submission guidelines or the editorial board's judgment. Before submitting, re-check the live author instructions on the FoCM / Springer site.

## When to trigger

- The author names FoCM as the target for a result that establishes rigorous mathematical foundations of a computational method or problem.
- A manuscript proves convergence, error, complexity, or stability theory for numerical, optimization, or geometric/topological computation, and the author is choosing between FoCM and SIAM Review or Journal of the ACM.
- A paper is theory-first at the math–computation interface and would be undersold by a venue that prioritizes empirical results.
- The author needs FoCM's expectations on full rigor, exposition, and submission norms before committing.

## Scope & topic fit
Back to top